examples of euclid formula
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1. let n be that given positive intgr
on dividing n by 6 , let q be ques and r be remndr
then by Euclid's division lemma
- n=6q+r where 0 less than or eql to r and r is less than 6
- n= 6q+r , where r= 0,1,2,3,4,5
- then n=6m or 6m+1........or 6m+5
- hence odd integers are 6m+1....6m+5
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